journal article·2025-02Open access

Simultaneous achievement of large strain, low hysteresis, and high-temperature stability in textured BT-based piezoelectric ceramics

Xiyue Zhang, Zhe Wang, Peng Li, Yingchun Liu, Juan Du, Jigong Hao, Wei Li, Jiwei Zhai

Journal of Advanced Ceramics· Volume 14· Issue 2

Abstract

BaTiO3 (BT)-based piezoceramics with large temperature-stable strains and low hysteresis are urgently needed for high-precision actuators because of increasing environmental problems. Here, tetragonal [001]c-textured (Ba0.98Ca0.02)(Ti0.96Sn0.04)O3 (BCTS) ceramics with a texture degree (F001) of ~98% were obtained via the templated grain growth (TGG) method. A large maximum unipolar strain (Smax) of ~0.24% with a low strain hysteresis (Hs) of ~3.8% and an optimized piezoelectric strain coefficient (d33*) of ~1124 pm·V−1 are simultaneously achieved in the textured BCTS ceramics. Moreover, the variation in the strain response is less than 20% from room temperature (RT) to 100 °C for the textured ceramics. The underlying mechanism for the optimized strain performance could be attributed to the synergetic effect of the polarization extension and a fine domain structure. This work provides new insight for achieving a balance of multiple strain properties (large strain, low hysteresis, and high-temperature stability) in BT-based ceramics, showing the widespread application prospects of lead-free ceramics in high-precision actuators.
Source: openalex_inverted_index · Quality: candidate unverified · Source record ↗

Research context

OpenAlex topics: Ferroelectric and Piezoelectric Materials

SciVX discovery tags are terminology-based. OpenAlex topics are source-provided classifications.

References (68)

Show source-provided references
1. PY Fan. Progress and perspective of high strain NBT-based lead-free piezoceramics and multilayer actuators. 2021, 7: 508-544.10.1016/j.jmat.2020.11.009 ↗
2. LL Shu. Flexoelectric materials and their related applications: A focused review. 2019, 8: 153-173.10.1007/s40145-018-0311-3 ↗
3. J Yin. Perovskite Na 0.5Bi 0.5TiO 3: A potential family of peculiar lead-free electrostrictors. 2019, 7: 13658-13670.10.1039/C9TA03140E ↗
4. JJ Wang. High piezoelectricity and low strain hysteresis in PMN–PT-based piezoelectric ceramics. 2023, 12: 792-802.10.26599/JAC.2023.9220720 ↗
5. Y Chen. La 2O 3-modified BiYbO 3–Pb(Zr,Ti)O 3 ternary piezoelectric ceramics with enhanced electrical properties and thermal depolarization temperature. 2023, 12: 1593-1611.10.26599/JAC.2023.9220774 ↗
6. L Chen. Giant electric-field-induced strain in lead-free piezoelectric materials. 2016, 6: 25346.10.1038/srep25346 ↗
7. DW Wang. Ultrahigh piezoelectricity in lead-free piezoceramics by synergistic design. 2020, 76: 104944.10.1016/j.nanoen.2020.104944 ↗
8. J Fu. Ultrahigh piezoelectricity in (Ba,Ca)(Ti,Sn)O 3 lead-free compounds with enormous domain wall contribution. 2022, 230: 117862.10.1016/j.actamat.2022.117862 ↗
9. WF Liu. Large piezoelectric effect in Pb-free ceramics. 2009, 103: 257602.10.1103/PhysRevLett.103.257602 ↗
10. XJ Wang. Defect engineering of BCZT-based piezoelectric ceramics with high piezoelectric properties. 2022, 11: 184-195.10.1007/s40145-021-0526-6 ↗
11. R Hayati. Electromechanical properties of Ce-doped (Ba 0.85Ca 0.15)(Zr 0.1Ti 0.9)O 3 lead-free piezoceramics. 2019, 8: 186-195.10.1007/s40145-018-0304-2 ↗
12. CW Ahn. Forced electrostriction by constraining polarization switching enhances the electromechanical strain properties of incipient piezoceramics. 2017, 9: 346.10.1038/am.2016.210 ↗
13. L Jin. Diffuse phase transitions and giant electrostrictive coefficients in lead-free Fe 3+-doped 0.5Ba(Zr 0.2Ti 0.8)O 3–0.5(Ba 0.7Ca 0.3)TiO 3 ferroelectric ceramics. 2016, 8: 31109-31119.10.1021/acsami.6b08879 ↗
14. LF Zhu. High piezoelectricity of BaTiO 3–CaTiO 3–BaSnO 3 lead-free ceramics. 2014, 2: 4764-4771.10.1039/C4TC00155A ↗
15. N Chaiyo. Lead-free (Ba,Ca)(Ti,Zr)O 3 ceramics within the polymorphic phase region exhibiting large, fatigue-free piezoelectric strains. 2017, 133: 109-121.10.1016/j.matdes.2017.07.063 ↗
16. YC Liu. Ultrahigh strain in textured BCZT-based lead-free ceramics with CuO sintering agent. 2022, 117: 207-214.10.1016/j.jmst.2022.02.002 ↗
17. QW Kou. Tetragonal (Ba,Ca)(Zr,Ti)O 3 textured ceramics with enhanced piezoelectric response and superior temperature stability. 2022, 8: 366-374.10.1016/j.jmat.2021.08.006 ↗
18. QW Kou. Lead-free textured ceramics with ultrahigh piezoelectric properties by synergistic design. 2023, 15: 37706-37716.10.1021/acsami.3c07637 ↗
19. Z Zhang. Texture and anisotropy of hot-pressed h-BN matrix composite ceramics with in situ formed YAG. 2022, 11: 532-544.10.1007/s40145-021-0553-3 ↗
20. XF Zhou. Optimized strain performance in-textured Bi 0.5Na 0.5TiO 3-based ceramics with ergodic relaxor state and core–shell microstructure. 2022, 11: 1542-1558.10.1007/s40145-022-0628-9 ↗
21. LX Lai. Ultrahigh electrostrain with excellent fatigue resistance in textured Nb 5+-doped (Bi 0.5Na 0.5)TiO 3-based piezoceramics. 2023, 12: 487-497.10.26599/JAC.2023.9220698 ↗
22. YC Liu. Significantly enhanced energy-harvesting performance and superior fatigue-resistant behavior in [001] c-textured BaTiO 3-based lead-free piezoceramics. 2018, 10: 31488-31497.10.1021/acsami.8b10361 ↗
23. Y Sun. Ultrahigh energy harvesting properties in textured lead-free piezoelectric composites. 2019, 7: 3603-3611.10.1039/C8TA10312G ↗
24. YC Liu. Exceptionally high piezoelectric coefficient and low strain hysteresis in grain-oriented (Ba,Ca)(Ti,Zr)O 3 through integrating crystallographic texture and domain engineering. 2017, 9: 29863-29871.10.1021/acsami.7b08160 ↗
25. YK Yan. Enhanced temperature stability in <111> textured tetragonal Pb(Mg 1/3Nb 2/3)O 3–PbTiO 3 piezoelectric ceramics. 2015, 118: 104101.10.1063/1.4929958 ↗
26. HY Xue. Insights into the correlation between tetragonal phase and temperature stability of potassium sodium niobate based ceramics from domain behaviors. 2022, 8: 2100257.10.1002/aelm.202100257 ↗
27. WW Ge. Ultrahigh electromechanical response in (1− x)(Na 0.5Bi 0.5)TiO 3− x BaTiO 3 single-crystals via polarization extension. 2012, 111: 093508.10.1063/1.4709619 ↗
28. SJ Zhang. High performance ferroelectric relaxor-PbTiO 3 single crystals: Status and perspective. 2012, 111: 031301.10.1063/1.3679521 ↗
29. J Yin. Deciphering the atomic-scale structural origin for large dynamic electromechanical response in lead-free Bi 0.5Na 0.5TiO 3-based relaxor ferroelectrics. 2022, 13: 6333.10.1038/s41467-022-34062-6 ↗
30. J Fu. Investigations of domain switching and lattice strains in (Na,K)NbO 3-based lead-free ceramics across orthorhombic-tetragonal phase boundary. 2017, 37: 975-983.10.1016/j.jeurceramsoc.2016.10.024 ↗
31. T Karthik. Polarization extension mechanism revealed through dynamic ferroelectric hysteresis and electric field driven structural distortions in lead free Na 0.5Bi 0.5TiO 3 ceramic. 2017, 50: 385601.10.1088/1361-6463/aa7fa7 ↗
32. W Li. Large piezoelectric coefficient in (Ba 1− x Ca x )(Ti 0.96Sn 0.04)O 3 lead-free ceramics. 2011, 94: 4131-4133.10.1111/j.1551-2916.2011.04888.x ↗
33. T Yamada. Electromechanical properties of oxygen-octahedra ferroelectric crystals. 1972, 43: 328-338.10.1063/1.1661117 ↗
34. GL Messing. Templated grain growth of textured piezoelectric ceramics. 2004, 29: 45-96.10.1080/10408430490490905 ↗
35. YK Yan. Enhanced electromechanical coupling in Pb(Mg 1/3Nb 2/3)O 3–PbTiO 3 ⟨ 001 ⟩ c radially textured cylinders. 2014, 104: 012910.10.1063/1.4861224 ↗
36. HJ Shin. The effect of texture on ridging of ferritic stainless steel. 2003, 51: 4693-4706.10.1016/S1359-6454(03)00187-3 ↗
37. PA Fleury. Acoustic—Soft-optic mode interactions in ferroelectric BaTiO 3. 1971, 26: 1331-1334.10.1103/PhysRevLett.26.1331 ↗
38. EW Sun. Relaxor-based ferroelectric single crystals: Growth, domain engineering, characterization and applications. 2014, 65: 124-210.10.1016/j.pmatsci.2014.03.006 ↗
39. XY Zhao. Triple-like hysteresis loop and microdomain–macrodomain transformation in the relaxor-based 0.76Pb(Mg 1/3Nb 2/3)O 3–0.24PbTiO 3 single crystal. 2004, 39: 223-230.10.1016/j.materresbull.2003.10.001 ↗
40. YK Yan. Templated grain growth of <001>-textured 0.675Pb(Mg 1/3Nb 2/3)O 3–0.325PbTiO 3 piezoelectric ceramics for magnetic field sensors. 2011, 94: 1784-1793.10.1111/j.1551-2916.2010.04298.x ↗
41. JT Zeng. Contribution to the large and stable electric field induced strain for textured Pb(Mg 1/3Nb 2/3) 0.675Ti 0.325O 3 ceramics. 2016, 109: 052905.10.1063/1.4960520 ↗
42. MM Hao. A quasi-linear piezoelectric strain behavior of [001] textured rhombohedral PMN–24%PT ceramic. 2020, 103: 6226-6236.10.1111/jace.17310 ↗
43. QH Guo. Temperature-insensitive PMN−PZ−PT ferroelectric ceramics for actuator applications. 2021, 211: 116871.10.1016/j.actamat.2021.116871 ↗
44. SS Dong. Phase structures and electrical properties of Sm doped PSN–PMN–PT ceramics. 2021, 881: 160621.10.1016/j.jallcom.2021.160621 ↗
45. A Kumar. High energy storage properties and electrical field stability of energy efficiency of (Pb 0.89La 0.11)(Zr 0.70Ti 0.30) 0.9725O 3 relaxor ferroelectric ceramics. 2019, 15: 323-330.10.1007/s13391-019-00124-z ↗
46. Y Yang. Designed morphotropic relaxor boundary ceramic exhibiting large electrostrain and negligible hysteresis. 2021, 208: 116720.10.1016/j.actamat.2021.116720 ↗
47. RH Yao. Impact of Ni dopant on structure and electrical properties of PMN–0.1PT ceramics. 2017, 28: 7525-7531.10.1007/s10854-017-6447-z ↗
48. L Jin. High dielectric permittivity and electrostrictive strain in a wide temperature range in relaxor ferroelectric (1− x)[Pb(Mg 1/3Nb 2/3)O 3–PbTiO 3]– xBa(Zn 1/3Nb 2/3)O 3 solid solutions. 2019, 45: 5518-5524.10.1016/j.ceramint.2018.12.009 ↗
49. F Li. High electrostrictive coefficient Q 33 in lead-free Ba(Zr 0.2Ti 0.8)O 3− x (Ba 0.7Ca 0.3)TiO 3 piezoelectric ceramics. 2014, 105: 232903.10.1063/1.4904019 ↗
50. YL Huang. Giant electrostrictive effect in lead-free barium titanate-based ceramics via A-site ion-pairs engineering. 2019, 7: 17366-17375.10.1039/C9TA05681E ↗
51. L Jin. High electric field-induced strain with ultra-low hysteresis and giant electrostrictive coefficient in barium strontium titanate lead-free ferroelectrics. 2019, 39: 295-304.10.1016/j.jeurceramsoc.2018.09.005 ↗
52. L Jin. High thermal stability of electric field-induced strain in (1− x)(Bi 0.5Na 0.5)TiO 3− x Ba 0.85Ca 0.15Ti 0.9Zr 0.1O 3 lead-free ferroelectrics. 2019, 39: 277-286.10.1016/j.jeurceramsoc.2018.09.019 ↗
53. L Jin. A strategy for obtaining high electrostrictive properties and its application in barium stannate titanate lead-free ferroelectrics. 2018, 44: 21816-21824.10.1016/j.ceramint.2018.08.286 ↗
54. WJ Wu. Electrical properties, strain stability and electrostrictive behavior in 0.5BaZr 0.2Ti 0.8O 3–(0.5− x)Ba 0.7Ca 0.3TiO 3− x Ba 0.7Sr 0.3TiO 3 lead-free ceramics. 2020, 814: 152240.10.1016/j.jallcom.2019.152240 ↗
55. YY Zhu. Large electrostrictive properties in lead-free BaTiO 3–ZnSnO 3 solid solutions. 2019, 125: 301.10.1007/s00339-019-2608-7 ↗
56. MX Fang. Re-entrant relaxor–ferroelectric composite showing exceptional electromechanical properties. 2018, 10: 1029-1036.10.1038/s41427-018-0093-7 ↗
57. R Pérez. Motion of 90° and 180° ferroelectric domain wall structures. 2010, 42: 374-382.10.1016/j.mechmat.2009.07.005 ↗
58. P Li. Microscopic insight into electric fatigue resistance and thermally stable piezoelectric properties of (K,Na)NbO 3-based ceramics. 2018, 10: 28772-28779.10.1021/acsami.8b08445 ↗
60. HB Zhang. Preparation and enhanced electrical properties of grain-oriented (Bi 1/2Na 1/2)TiO 3-based lead-free incipient piezoceramics. 2015, 35: 2501-2512.10.1016/j.jeurceramsoc.2015.03.012 ↗
61. M Acosta. Relationship between electromechanical properties and phase diagram in the Ba(Zr 0.2Ti 0.8)O 3− x (Ba 0.7Ca 0.3)TiO 3 lead-free piezoceramic. 2014, 80: 48-55.10.1016/j.actamat.2014.07.058 ↗
62. B Narayan. Electrostrain in excess of 1% in polycrystalline piezoelectrics. 2018, 17: 427-431.10.1038/s41563-018-0060-2 ↗
63. M Davis. Rotator and extender ferroelectrics: Importance of the shear coefficient to the piezoelectric properties of domain-engineered crystals and ceramics. 2007, 101: 054112.10.1063/1.2653925 ↗
64. JG Chen. Reduced dielectric loss and strain hysteresis in Fe and Mn comodified high-temperature BiScO 3–PbTiO 3 ceramics. 2014, 97: 3890-3896.10.1111/jace.13224 ↗
65. G Arlt. Twinning in ferroelectric and ferroelastic ceramics: Stress relief. 1990, 25: 2655-2666.10.1007/BF00584864 ↗
66. D Maurya. Giant strain with ultra-low hysteresis and high temperature stability in grain oriented lead-free K 0.5Bi 0.5TiO 3–BaTiO 3–Na 0.5Bi 0.5TiO 3 piezoelectric materials. 2015, 5: 8595.10.1038/srep08595 ↗
67. YX Liu. Grain size effect on piezoelectric performance in perovskite-based piezoceramics. 2020, 69: 217704.10.7498/aps.69.20201079 ↗
68. WW Cao. Grain size and domain size relations in bulk ceramic ferroelectric materials. 1996, 57: 1499-1505.10.1016/0022-3697(96)00019-4 ↗